Cube of a number ending in 9 will always end with 9.
True
False
Cube of a number ending in 9 will always end with 9. For example, cube of 9 = 729. Hence the statement is correct.
A number ending with 1 or 9 will always have its square ending with 1.
Square of a number ending with 1 or 9 will always have unit digit as 1.
Write true (T)I or false (f) for the followiong statements: (i) 392 is a perfect cube. (ii) 8640 is not a perfect cube. (iii) No cube can end with exactly two zeros. (iv) There is no perfect cube which ends in 4. (v) For an integer a,a3 is always greater than a2 (vi) if a and b are integers such that a2>b2,thena3>b3 (vii) If a adivides b, then a3 divides b3 (viii) If a2 ends in 9 then a3 ends in 7. (ix) If a2 ends in 5, then a3 ends in 25. (x) If a2 ends in an even number of zeros. than a3 ends in an odd number of zeros.
If square of x end in 9 then which digit does cube of x ends in